中文摘要：

利用（α,β）混合序列Rosenthal型最大值不等式,得到一个关于行（α,β）混合阵列加权和最大值的完全收敛性定理,并利用该定理证明（α,β）混合序列加权和最大值的Marcinkiewicz-Zygmund型强大数定律,所得结果减弱了所需的矩条件.

英文摘要：

We obtained a complete convergence theorem for maximum of weighted sums of rowwise（α,β）mixing arrays by using the Rosenthal type maximum inequality for（α,β）mixing sequence,and made use of this theorem to prove a Marcinkiewicz-Zygmund type strong law of large numbers for maximum of weighted sums of（α,β）mixing sequence.The obtained results weakened the required moment conditions.